We leave it open how Weihrauch determinacy is exactly related to the other mentioned notions of determinacy.
We just mention that it is not known whether Wadge determinacy implies \(\mathsf {AD}\) , and in fact there is
the following conjecture attributed to Solovay (by Andretta [1]}Andretta also proved that Wadge determinacy implies the axiom of countable choice for Baire space [1]}, whereas Wadge proved that
Wadge determinacy implies the perfect subset property for Baire space [3]}.).
